The Square Kilometre Array: An Engineering Perspective 2005
DOI: 10.1007/1-4020-3798-8_5
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The LOFAR Central Processing Facility Architecture

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Cited by 4 publications
(6 citation statements)
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“…The total number of baselines, B, in an array of A antennas is B = A(A − 1)/2, and it is a significant performance parameter of the radiotelescope. For example, the LOFAR radiotelescope [26] has a total of B = 1830 baselines, while SKA [22] should have approximately 1500 times as many.…”
Section: Radio Interferometrymentioning
confidence: 99%
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“…The total number of baselines, B, in an array of A antennas is B = A(A − 1)/2, and it is a significant performance parameter of the radiotelescope. For example, the LOFAR radiotelescope [26] has a total of B = 1830 baselines, while SKA [22] should have approximately 1500 times as many.…”
Section: Radio Interferometrymentioning
confidence: 99%
“…A large part of current radioastronomy research focuses on building larger radio telescopes with better resolutions. Projects like LOFAR [26], ASKAP [6] or SKA [22] aim to provide highly accurate astronomical measurements by collecting huge streams of radio synthesis data, which are further processed in several stages and transformed into high-resolution sky images. When designing and deploying this data processing chain, radio astronomers have quickly reached the point where computational power and its efficient use is critical.…”
Section: Introductionmentioning
confidence: 99%
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“…Each station produces samples from different subbands (frequency ranges), which are complex numbers representing the amplitude and phase of a wave at a particular moment. The data from all stations are centrally collected via a wide-area network, filtered, and correlated in real time on a six-rack Blue Gene/L supercomputer [14,15]. Currently, 16 stations have been partially built, with a bandwidth limited to 500 Mb/s (48 subbands) each.…”
Section: Communicating Real-time Telescope Data With Zoidmentioning
confidence: 99%
“…For example, radioastronomy projects like LOFAR [2], AS-KAP [3], or SKA [4] provide highly accurate astronomical measurements by collecting huge streams of radio synthesis data, which are further processed into sky images. For radioastronomy applications, processing power and storage space need to be used with extreme efficiency: whatever is not computed in time, may get stored; whatever does not fit in the storage space gets lost.…”
Section: Introductionmentioning
confidence: 99%